a) Construct Pressure – Volume isotherms of a given HC component using Peng-Robinson (PR) equation-of-state, The isothe

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a) Construct Pressure – Volume isotherms of a given HC component using Peng-Robinson (PR) equation-of-state, The isothe

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a) Construct Pressure – Volume isotherms of a given HC component using Peng-Robinson (PR)
equation-of-state,
The isotherms for Ethane are -60°F, 10°F, 40°F, 67°F, 85°F, 90°F.
Note that the van der Waals EOS is used to draw isotherms and explained in the lecture (referring to
the Excel file vanderWaalsEOS.xlsx and the Matlab scripts PlotvdWEOS.m and
PlotvdWEOSPsat.m). However, you should calculate and draw the isotherms using PR EOS. In
other words, you have to prepare an Excel worksheet applying PR EOS (hint: reformulate the Excel
worksheet: vanderWaalsEOS.xlsx).
A Construct Pressure Volume Isotherms Of A Given Hc Component Using Peng Robinson Pr Equation Of State The Isothe 1
A Construct Pressure Volume Isotherms Of A Given Hc Component Using Peng Robinson Pr Equation Of State The Isothe 1 (35.93 KiB) Viewed 13 times
A Construct Pressure Volume Isotherms Of A Given Hc Component Using Peng Robinson Pr Equation Of State The Isothe 2
A Construct Pressure Volume Isotherms Of A Given Hc Component Using Peng Robinson Pr Equation Of State The Isothe 2 (35.93 KiB) Viewed 13 times
A Construct Pressure Volume Isotherms Of A Given Hc Component Using Peng Robinson Pr Equation Of State The Isothe 3
A Construct Pressure Volume Isotherms Of A Given Hc Component Using Peng Robinson Pr Equation Of State The Isothe 3 (35.93 KiB) Viewed 13 times
how can i reformulate van der waals to peng robinson eos pls solve it
RT α a 1 = SCA dy = RT Inſ] – b) + = V - b V2 + J = PAV
RT α a 1 = SCA dy = RT Inſ] – b) + = V - b V2 + J = PAV
RT α a 1 = SCA dy = RT Inſ] – b) + = V - b V2 + J = PAV
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